Ariel Weiss

activity

20182026

most citedOn the images of Galois representations attached to low weight Siegel modular forms

12 citations · 28 across the 10 of their papers we have counts for

collaborators

Showing 2024Show all

3 papers · 1 filter

math.NT2024

Polylogarithmic motivic Chabauty-Kim for $P^{1} ∖ {0, 1, \infty}$ : the geometric step via resultants

David Jarossay, David T. -B. G. Lilienfeldt, Francesco Maria Saettone +2

Given a finite set $S$ of distinct primes, we propose a method to construct polylogarithmic motivic Chabauty-Kim functions for $P^{1} ∖ {0, 1, \infty}$ using resul…

math.NT2024

Five-dimensional compatible systems and the Tate conjecture for elliptic surfaces

Lian Duan, Xiyuan Wang, Ariel Weiss

Let $(ρ_{λ} : G_{Q} \to GL_{5} (E_{λ}))_{λ}$ be a strictly compatible system of Galois representations such that no Hodge--Tate weight has multiplicity…

math.NT2024

Maximal stable lattices in representations over discretely valued fields

Amit Ophir, Ariel Weiss

Let $ρ : G \to GL_{n} (K)$ be an continuous irreducible representation of a compact group over a complete discretely valued field $K$ . Let $W_{i}, W_{j}$ be two irreducible sub…

Polylogarithmic motivic Chabauty-Kim for P1∖{0,1,∞}: the geometric step via resultants

Five-dimensional compatible systems and the Tate conjecture for elliptic surfaces

Maximal stable lattices in representations over discretely valued fields

Polylogarithmic motivic Chabauty-Kim for $P^{1} ∖ {0, 1, \infty}$ : the geometric step via resultants